![exo-3-Boc-6-aminomethyl-3-azabicyclo[3.1.0]hexane](data:image/png;base64,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)
| Product Number | 4H56-1-100 |
| Synonyms | tert-Butyl (1R,5S,6S)-6-(aminomethyl)-3-azabicyclo[3.1.0]hexane-3-carboxylate |
| CAS | 893566-16-0 |
| MDL Number | MFCD20126208 |
| Molecular Formula | C11H20N2O2 |
| Molecular Weight | 212.293 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-100
CAS: 893566-16-0
Molecule Weight: 212.293
Formula: C11H20N2O2
PN: 4H56-1-288
CAS: 1251019-03-0
Molecule Weight: 226.32
Formula: C12H22N2O2
![tert-Butyl 2,8-diazaspiro[4.5]decane-2-carboxylate](data:image/png;base64,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)
PN: 4H56-1-94
CAS: 336191-17-4
Molecule Weight: 240.347
Formula: C13H24N2O2
![tert-Butyl 2,8-diazaspiro[4.5]decane-8-carboxylate](data:image/png;base64,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)
PN: 4H56-1-715
CAS: 236406-39-6
Molecule Weight: 240.347
Formula: C13H24N2O2
![exo-6-(Boc-aminomethyl)-3-azabicyclo[3.1.0]hexane](data:image/png;base64,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)
PN: 4H56-1-052
CAS: 134575-12-5
Molecule Weight: 212.293
Formula: C11H20N2O2
PN: P311-A-88
CAS: 144222-22-0
Molecule Weight: 214.309
Formula: C11H22N2O2
PN: 4H56-1-023
CAS: 236406-22-7
Molecule Weight: 228.336
Formula: C12H24N2O2
PN: 4H56-1-936
CAS: 929974-10-7
Molecule Weight: 254.374
Formula: C14H26N2O2
TSCA: Not listed on TSCA inventory